CROSS-REFERENCES TO RELATED APPLICATIONS
This application is related to U.S. Pat. No. 4,714,339, entitled “Three and Five Axis Laser Tracking Systems” and issued Dec. 22, 1987; U.S. Pat. No. 6,049,377, entitled “Five-Axis/Six-Axis Laser Measuring System” and issued Apr. 11, 2000; U.S. Pat. App. Pub. No. U.S. 2003/0043362 A1, entitled “Six Dimensional Laser Tracking System and Method” and published Mar. 6, 2003; U.S. Pat. App. Pub. No. U.S. 2003/020685 A1, entitled “Nine Dimensional Laser Tracking System and Method” and published Nov. 6, 2003. The present application claims the benefit of Provisional Application No. 60/601,831, entitled “System and Method for Three-Dimensional Measurement” and filed Aug. 16, 2004. The present application hereby incorporates by reference all above-referenced patents and patent applications in their entirety.
BACKGROUND
Rapid, precise measurement of the position and orientation of a tool or workpiece is critical to many automated manufacturing processes. Although a variety of different measurement systems have been developed, optical measuring systems have proven precise, adaptable, reliable, and relatively inexpensive.
Most optical measuring systems exploit various effects obtained by manipulating the output of low-intensity lasers. For example, highly accurate linear distance measurements can be obtained by counting interference fringes that shift position as a laser beam reflects from a shifting target. Such a system may be initially calibrated by measuring the time of flight of a laser pulse that strikes a target and returns to a source.
Orientation measurements have posed more of a challenge, since, for example, a light beam parallel to a rotational axis of a target may register no distance variation. One solution to this problem utilizes the polarizing effects of a Glan-Thompson prism, which resolves an incoming laser beam into two orthogonal vector components that vary in intensity according to the rotational orientation of the prism with respect to the beam. Once such a system is calibrated, a target's angle of rotation about an axis may be calculated from the measured intensity differential between output vector components.
However, obtaining complete positional data for a target using the simplest forms of such measurement techniques may require a separate distance-measuring system for each translational axis and a separate rotation-measuring system for each rotational axis. As the setup and operation of simple multi-dimensional measurement systems may become cumbersome and expensive, it is highly desirable to make as many different but simultaneous measurements as possible with a single light beam.
SUMMARY
The present invention increases the number of translational and angular measurements made with a single laser beam by combining an optical interferometer with an optical autocollimator. This system and method provides both a precise linear distance measurement on one translational axis and simultaneous yaw and pitch measurements. Utilizing a single laser beam, a translational measurement is made with an optical interferometer and angular measurements are made with an autocollimator. In a preferred embodiment, angular deviations in the reflected measuring beam are minimized with a reverse telescopic lens assembly, allowing a wider range of angular measurements without significant degradation of interferometer accuracy. All of these features and advantages of the present invention, and more, are illustrated below in the drawings and detailed description that follow.
BRIEF DESCRIPTION OF THE DRAWINGS
FIG. 1 shows the present invention's axes of measurement.
FIG. 2 shows a diagram of a typical optical interferometer.
FIG. 3 shows a simplified diagram of an autocollimator.
FIG. 4 shows a schematic view of a preferred embodiment of the present invention, including an optical interferometer, an autocollimator, and a reverse telescopic lens assembly.
FIG. 5 shows a typical measurement setup utilizing two modules of the present invention.
DETAILED DESCRIPTION
The present invention combines an optical interferometer with an optical autocollimator to measure a target's linear translation in one dimension and rotational orientation in two dimensions with a single low-intensity laser beam. As shown in FIG. 1, linear translation of an object 130 along the y-axis may be measured by an optical interferometer 110 that directs a light beam 100 against a reflective surface 140.
FIG. 2 shows a diagram of a typical optical interferometer. A stable light source 200 emits a coherent light beam 210 that impinges upon a beam splitter 260 as is known in the art. A reference portion 220 of the light beam 210 is directed to a fixed reference reflector 230 and returned to the beam splitter 260. A target portion 240 of the light beam 210 passes through the beam splitter 260 to impinge upon a target reflector 250. The target reflector 250 may be a flat reflector, retroreflector, or other suitable reflector affixed directly or indirectly to a surface or object having its linear translation measured. The target portion 240 of the light beam is returned from the target reflector 250 to the beam splitter 260 to be recombined with the reference portion 220 of the light beam 210.
The position of the reference reflector 230 is fixed with respect to the beam splitter 260, so linear translation of the target reflector 250 along the axis of the beam causes a phase shift between the target beam 240 and the reference beam 220. Resulting interference within the recombined beam 270 produces minima and maxima that are sensed by a fringe counter 280 as the target reflector 250 translates on the axis of measurement. The positional change of the target reflector 250 may be calculated from the number of fringes sensed by the fringe counter 280.
FIG. 3 depicts the operation of a generalized autocollimation device utilizing light from a point source. Light rays 310 from a light source 300 are refracted by a lens 320 into a collimated beam 330 comprising parallel rays. The collimated beam 330 is reflected by a flat reflector 340 back through the lens 320, which focuses the collimated beam 330 to a receiving point 350 on the plane of the light source 300. If the collimated beam 330 is orthogonal to the flat reflector 340, the receiving point 350 will coincide with the light source 300. However, if the flat reflector 340 is angled with respect to the collimated beam 330, the receiving point 350 will shift with respect to the light source 300 a distance d. For small angles (where tan(2a) is approximately equal to 2a), the slant angle a in radians of the flat reflector 340 may be calculated as a=d/2f where f is the focal length of the lens 320.
The present invention places both an interferometer and an autocollimator in the same beam path, allowing measurement of pitch, yaw, and linear translation with a single beam. FIG. 4 shows a schematic view of a preferred embodiment of the present invention that combines an interferometer and an autocollimator. An HeNe or other laser 400 as is known in the art emits a beam containing at least two orthogonally polarized components. Output from the laser 400 is conducted by a Polarization Maintaining (PM) fiber 402 to a lens 404 that directs the beam into an interferometer 406. The PM fiber allows isolation of the laser 400 from the measuring apparatus, reducing extraneous heat and vibration that may degrade measurement accuracy. The preferred interferometer of the present invention comprises a polarizing beam splitter 420, quarter- wave retardation plates 421, 422, a fixed retroreflector 424, and a fringe counter 426, as are all known in the art. The preferred embodiment may also comprise a reverse telescopic lens assembly 428.
As previously described, a light beam directed into the interferometer is divided by the polarizing beam splitter 420 into a reference beam 405 and an outgoing target beam 407. The outgoing target beam 407 passes through a quarter-wave retardation plate 422 and an autocollimator 408 comprising a beam splitter 430, a lens 432, and a detector 434. The outgoing target beam 407 initially passes through the beam splitter 430 and strikes a flat reflective target surface 410, from which a return target beam 409 is reflected back through the beam splitter 430. The target 410 is typically a flat mirror, although corner reflectors and other known specular reflectors may be used.
Although FIG. 4 depicts outgoing and return target beams as traveling separate paths for clarity, both travel the same path when the target surface 410 is orthogonal to the outgoing target beam 407. The beam splitter 430 directs an autocollimator portion 436 of the return target beam 409 through a lens 432 that focuses the autocollimator portion 436 of the beam onto a detector 434. The detector 434 generates an output signal corresponding to the location of the focused beam on the detector surface that is communicated via a serial connector 440 or other data connector known in the art to a computer (not shown). A typical detector 434 would utilize a lateral effect photodiode. An alternate embodiment of the present invention may utilize a dual-axis lateral effect photodiode such as an SC/10 from United Detector Technology. A dual-axis photodiode provides two output signals which together measure in two lateral dimensions where on the photodiode focused beam strikes.
Since the autocollimator portion 436 of the beam enters the autocollimator 408 as an undiffused laser beam, the preferred autocollimator 408 of FIG. 4 is simplified in comparison with the generalized autocollimation device of FIG. 3. No return reflection path is required within the autocollimator 408 to collimate the autocollimator portion 436 of the beam. No point source is needed to establish a zero-deviation point. Instead, any point on the detector 434 may be arbitrarily designated as a zero-deviation point.
When the reflective target surface 410 is orthogonal to the outgoing target beam 407, the autocollimator portion 436 of the beam is orthogonal to the outgoing target beam 407 and focused on a zero-deviation point on the detector 434. Reorientations of the reflective target surface 410 corresponding to changes in the pitch or yaw of the surface cause the focal point of the autocollimator portion 436 of the reflected beam to shift across the surface of the detector 434, allowing measurement of the amount of shift and calculation of the pitch and yaw angles. The output voltage signal from the detector 434 is converted to digital form by an A/D converter for transmission to a computer.
The remainder of the return target beam 409 returns to the interferometer beam splitter 420 to be recombined with the reference beam 405 and directed into the fringe counter 426 for measurement of linear translation of the reflective target surface 410. Fringe counters known in the art typically generate an averaged output signal from an array of detectors (not shown) corresponding to movement of minima and maxima across the detectors. The present invention may utilize any suitable fringe counter known in the art. The fringe counter output signal is communicated via a serial connector 442 or other data connector known in the art to a computer (not shown). The present invention may additionally be equipped with time-of-flight detectors as are known in the art to initially establish the absolute distance between the present invention and the target reflector.
Changes in the pitch or yaw of the reflective target surface 410 cause the return target beam 409 to shift across the fringe counter detector arrays, introducing measurement errors and, with a sufficient shift, directing the return target beam 409 away from the array altogether. A preferred embodiment of the present invention introduces a reverse telescopic lens assembly 428 into the return target beam 409 path between the polarizing beam splitter 420 and the fringe counter 426. The reverse telescopic lens assembly 428, which is essentially a reversed telescope as is known in the art, reduces the angle of deviation of the return target beam 409 by the reciprocal of assembly's magnification, so that a 10× telescopic array would reduce a 10 second deviation to a 1 second deviation. This reduction advantageously allows measurement of significantly larger changes in pitch and yaw while still allowing accurate linear translation measurements. Placement of the reverse telescopic lens assembly 428 between the polarizing beam splitter 420 and the fringe counter 426 advantageously allows the reduction of interferometric error without affecting autocollimator 408 operation.
FIG. 5 depicts an application of the present invention. A platform 502 with mirrored surfaces 504A, 504B moves upon a base 500. The position of an object (not shown) mounted upon the platform 502 may be measured and calculated as the platform 502 moves. A laser 508 supplies light through PM fibers 510A, 510B to measuring devices 506A, 506B embodying the present invention. The measuring devices 506A, 506B may be mounted on the base 500 or on fixtures within line-of-sight of the platform 502. Preferentially, the laser beams 512A, 512B projected by the measuring devices 506A, 506B are mutually orthogonal. Data cables 522A, 522B transmit the outputs of both the fringe counters and the autocollimator detectors in each measuring device 506A, 506B device to a computer 520.
As the platform 502 moves upon the base 500, the interferometric components of each measuring device respond to translational movement on the x and y axes, with one measuring device 506A measuring translation along the x-axis while the other measuring device 506B measuring translation along the y-axis. Rotation of the platform 502 about the z-axis (yaw) causes the reflected laser beams 512A, 512B to shift direction, in turn causing the autocollimator portions of these beams to shift across the autocollimator detector surface within each measuring device 506A, 506B. The resulting output signals are processed within a computer 520 utilizing hardware and software disclosed in the applicant's previous patents and patent applications and/or well-known in the art to calculate, store, display, and/or output changes in platform 502 position and orientation. Both measuring devices can measure yaw, although autocollimator detector output from one would ordinarily be selected. If the platform 502 is rotated out of the plane of the base 500, one measuring device 506A can measure roll while the other measuring device 506B can measure pitch.
An additional interferometer (not shown) with a beam parallel to the z-axis could be added to measure translation along the z-axis. With suitable components, the present invention can measure translational movement of one nanometer and angular changes of 1/100 of a second of arc.
The principles, embodiments, and modes of operation of the present invention have been set forth in the foregoing specification. The embodiments disclosed herein should be interpreted as illustrating the present invention and not as restricting it. The foregoing disclosure is not intended to limit the range of equivalent structure available to a person of ordinary skill in the art in any way, but rather to expand the range of equivalent structures in ways not previously contemplated. Numerous variations and changes can be made to the foregoing illustrative embodiments without departing from the scope and spirit of the present invention.